Physics Letters A, ISSN 0375-9601, 08/2014, Volume 378, Issue 40, pp. 2931 - 2937

We decouple the Dirac's radial equations in D+1 dimensions with Coulomb-type scalar and vector potentials through appropriate transformations. We study each of...

Lie algebras | Coherent states | Dirac equation | Scalar–vector potentials | Higher dimensions | Scalar-vector potentials | SUPERSYMMETRY | REPRESENTATIONS | PHYSICS, MULTIDISCIPLINARY | UNIFIED TREATMENT | ALGEBRA | LADDER OPERATORS | RELATIVISTIC HYDROGEN-ATOM | EQUATION | Algebra

Lie algebras | Coherent states | Dirac equation | Scalar–vector potentials | Higher dimensions | Scalar-vector potentials | SUPERSYMMETRY | REPRESENTATIONS | PHYSICS, MULTIDISCIPLINARY | UNIFIED TREATMENT | ALGEBRA | LADDER OPERATORS | RELATIVISTIC HYDROGEN-ATOM | EQUATION | Algebra

Journal Article

Annals of Physics, ISSN 0003-4916, 07/2013, Volume 334, pp. 316 - 320

The Cornell potential consists of Coulomb and linear potentials, i.e. −a/x+bx, that has received a great deal of attention in particle and nuclear physics. In...

Biconfluent Heun polynomial | Pseudospin symmetry | Scalar–vector–pseudoscalar Cornell potential | Spin symmetry | Dirac equation | Scalar-vector-pseudoscalar Cornell potential | CHARGED-PARTICLE | NUCLEI | PHYSICS, MULTIDISCIPLINARY | FIELD | FERMIONS | MODEL | EQUATION | NUCLEAR PHYSICS | POLYNOMIALS | NUCLEAR PHYSICS AND RADIATION PHYSICS | PHYSICS OF ELEMENTARY PARTICLES AND FIELDS | SYMMETRY | SPIN | EXACT SOLUTIONS | DIRAC EQUATION | EIGENFUNCTIONS | POTENTIALS | ENERGY LEVELS | WAVE FUNCTIONS

Biconfluent Heun polynomial | Pseudospin symmetry | Scalar–vector–pseudoscalar Cornell potential | Spin symmetry | Dirac equation | Scalar-vector-pseudoscalar Cornell potential | CHARGED-PARTICLE | NUCLEI | PHYSICS, MULTIDISCIPLINARY | FIELD | FERMIONS | MODEL | EQUATION | NUCLEAR PHYSICS | POLYNOMIALS | NUCLEAR PHYSICS AND RADIATION PHYSICS | PHYSICS OF ELEMENTARY PARTICLES AND FIELDS | SYMMETRY | SPIN | EXACT SOLUTIONS | DIRAC EQUATION | EIGENFUNCTIONS | POTENTIALS | ENERGY LEVELS | WAVE FUNCTIONS

Journal Article

Annals of Physics, ISSN 0003-4916, 11/2013, Volume 338, pp. 278 - 282

Missing bound-state solutions for fermions in the background of a Cornell potential consisting of a mixed scalar–vector–pseudoscalar coupling is examined....

Scalar–vector–pseudoscalar potential | Effective Compton wavelength | Isolated bound-state solution | Cornell potential | Dirac equation | Scalar-vector-pseudoscalar potential | PHYSICS, MULTIDISCIPLINARY | TRAPPING NEUTRAL FERMIONS | 1+1 DIMENSIONS | Particle physics | Joining | Fermions | Localization | Position (location) | MATHEMATICAL SOLUTIONS | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | OPERATION | FERMIONS | COMPTON WAVELENGTH | DIRAC EQUATION | POTENTIALS | COUPLING | BOUND STATE

Scalar–vector–pseudoscalar potential | Effective Compton wavelength | Isolated bound-state solution | Cornell potential | Dirac equation | Scalar-vector-pseudoscalar potential | PHYSICS, MULTIDISCIPLINARY | TRAPPING NEUTRAL FERMIONS | 1+1 DIMENSIONS | Particle physics | Joining | Fermions | Localization | Position (location) | MATHEMATICAL SOLUTIONS | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | OPERATION | FERMIONS | COMPTON WAVELENGTH | DIRAC EQUATION | POTENTIALS | COUPLING | BOUND STATE

Journal Article

Canadian Journal of Physics, ISSN 0008-4204, 2018, Volume 96, Issue 7, pp. 843 - 850

Recently, it has been investigated how the thermodynamic functions vary when the surface interactions are taken into account for a nucleon that is confined in...

Partition function and thermodynamics | Generalized symmetric Woods-Saxon potential | Mixed scalar-vector potential | Woods-Saxon potential | Bound states | Klein-Gordon equation | 3-DIMENSIONAL DIRAC OSCILLATOR | COULOMB | PHYSICS, MULTIDISCIPLINARY | CENTRIFUGAL TERMS | partition function and thermodynamics | SCHRODINGER-EQUATION | SPIN-ORBIT | bound states | THERMAL BATH | NIKIFOROV-UVAROV METHOD | NUCLEON | generalized symmetric Woods-Saxon potential | mixed scalar-vector potential | OPTICAL-MODEL | SCATTERING | Thermodynamics | Research | Potential energy | Specific heat | Energy spectra | Relativism | Entropy | Free energy | Relativistic effects | Internal energy | Physics - Nuclear Theory

Partition function and thermodynamics | Generalized symmetric Woods-Saxon potential | Mixed scalar-vector potential | Woods-Saxon potential | Bound states | Klein-Gordon equation | 3-DIMENSIONAL DIRAC OSCILLATOR | COULOMB | PHYSICS, MULTIDISCIPLINARY | CENTRIFUGAL TERMS | partition function and thermodynamics | SCHRODINGER-EQUATION | SPIN-ORBIT | bound states | THERMAL BATH | NIKIFOROV-UVAROV METHOD | NUCLEON | generalized symmetric Woods-Saxon potential | mixed scalar-vector potential | OPTICAL-MODEL | SCATTERING | Thermodynamics | Research | Potential energy | Specific heat | Energy spectra | Relativism | Entropy | Free energy | Relativistic effects | Internal energy | Physics - Nuclear Theory

Journal Article

Zeitschrift für Naturforschung A, ISSN 0932-0784, 09/2015, Volume 70, Issue 9, pp. 713 - 720

In the presence of spin and pseudospin (p-spin) symmetries, the approximate analytical bound states of the Dirac equation, which describes the motion of a...

Spin and p-Spin Symmetries | 03.65.Fd | 03.65.Ge | Linear Potential | Scalar–Vector–Pseudoscalar Potential | 03.65.Pm | Dirac Equation | 02.30.Gp | Nikiforov–Uvarov Method | Linear potential | Scalar-vector-pseudoscalar potential | Nikiforov-Uvarov method | Spin and p-spin symmetries | Dirac equation | STATES | HARTREE-BOGOLIUBOV THEORY | PHYSICS, MULTIDISCIPLINARY | Nikiforov-Uvarov Method | FERMIONS | CHEMISTRY, PHYSICAL | OSCILLATOR | Scalar-Vector-Pseudoscalar Potential | FRUSTRATION | PSEUDOSPIN SYMMETRY | GAUGE-THEORY | NUCLEI | PLUS-ONE DIMENSIONS | QUANTUM-MECHANICS | Usage | Relativity (Physics) | Analysis | Quantum theory

Spin and p-Spin Symmetries | 03.65.Fd | 03.65.Ge | Linear Potential | Scalar–Vector–Pseudoscalar Potential | 03.65.Pm | Dirac Equation | 02.30.Gp | Nikiforov–Uvarov Method | Linear potential | Scalar-vector-pseudoscalar potential | Nikiforov-Uvarov method | Spin and p-spin symmetries | Dirac equation | STATES | HARTREE-BOGOLIUBOV THEORY | PHYSICS, MULTIDISCIPLINARY | Nikiforov-Uvarov Method | FERMIONS | CHEMISTRY, PHYSICAL | OSCILLATOR | Scalar-Vector-Pseudoscalar Potential | FRUSTRATION | PSEUDOSPIN SYMMETRY | GAUGE-THEORY | NUCLEI | PLUS-ONE DIMENSIONS | QUANTUM-MECHANICS | Usage | Relativity (Physics) | Analysis | Quantum theory

Journal Article

Canadian Journal of Physics, ISSN 0008-4204, 2018, Volume 96, Issue 7, pp. 843 - 850

Recently, it has been investigated how the thermodynamic functions vary when the surface interactions are taken into account for a nucleon that is confined in...

états liés | partition function and thermodynamics | potentiel généralisé de Woods–Saxon | mixed scalar–vector potential | bound states | potentiel mixte scalaire–vecteur | équation de Klein–Gordon | Klein–Gordon equation | Woods–Saxon potential | generalized symmetric Woods–Saxon potential | fonctions de partition et thermodynamique

états liés | partition function and thermodynamics | potentiel généralisé de Woods–Saxon | mixed scalar–vector potential | bound states | potentiel mixte scalaire–vecteur | équation de Klein–Gordon | Klein–Gordon equation | Woods–Saxon potential | generalized symmetric Woods–Saxon potential | fonctions de partition et thermodynamique

Journal Article

IEEE Transactions on Geoscience and Remote Sensing, ISSN 0196-2892, 11/2014, Volume 52, Issue 11, pp. 6911 - 6923

In this paper, we set up an efficient Fréchet derivative algorithm of inversion of multicomponent induction logging (MCIL) data in horizontal layered...

parameterized inversion | Computational modeling | Conductivity | multicomponent induction logging (MCIL) | Data models | Vectors | Numerical models | Fréchet derivatives | Mathematical model | Green's function methods | Sommerfeld integral | INDUCTION LOGGING TOOL | IMAGING SCIENCE & PHOTOGRAPHIC TECHNOLOGY | SIMULATION | DYADIC GREENS-FUNCTION | ENGINEERING, ELECTRICAL & ELECTRONIC | GEOCHEMISTRY & GEOPHYSICS | RESPONSES | REMOTE SENSING | Frechet derivatives | MATCHING METHOD | SCALAR-VECTOR POTENTIALS | MEDIA | ANISOTROPIC FORMATION | Usage | Integral equations | Strip transmission lines | Innovations | Approximation theory | Electromagnetic fields | Methods | Remote sensing | Algorithms | Horizontal | Integrals | Mathematical analysis | Inversions | Mathematical models | Derivatives | Vectors (mathematics)

parameterized inversion | Computational modeling | Conductivity | multicomponent induction logging (MCIL) | Data models | Vectors | Numerical models | Fréchet derivatives | Mathematical model | Green's function methods | Sommerfeld integral | INDUCTION LOGGING TOOL | IMAGING SCIENCE & PHOTOGRAPHIC TECHNOLOGY | SIMULATION | DYADIC GREENS-FUNCTION | ENGINEERING, ELECTRICAL & ELECTRONIC | GEOCHEMISTRY & GEOPHYSICS | RESPONSES | REMOTE SENSING | Frechet derivatives | MATCHING METHOD | SCALAR-VECTOR POTENTIALS | MEDIA | ANISOTROPIC FORMATION | Usage | Integral equations | Strip transmission lines | Innovations | Approximation theory | Electromagnetic fields | Methods | Remote sensing | Algorithms | Horizontal | Integrals | Mathematical analysis | Inversions | Mathematical models | Derivatives | Vectors (mathematics)

Journal Article

Acta Geophysica Sinica, ISSN 0001-5733, 04/2018, Volume 61, Issue 4, pp. 1639 - 1650

In this paper, a three-dimensional forward algorithm and simulation for the crosswell electromagnetic responses of the triaxial coils system in the...

Crosswell electromagnetic logging | Triaxial coils | Coupled potentials finite volume difference | Transversely isotropic formation | GEOCHEMISTRY & GEOPHYSICS | SCALAR-VECTOR POTENTIALS | INDUCTION | SIMULATION | ANISOTROPIC FORMATION

Crosswell electromagnetic logging | Triaxial coils | Coupled potentials finite volume difference | Transversely isotropic formation | GEOCHEMISTRY & GEOPHYSICS | SCALAR-VECTOR POTENTIALS | INDUCTION | SIMULATION | ANISOTROPIC FORMATION

Journal Article

ACTA POLYMERICA SINICA, ISSN 1000-3304, 04/2018, Issue 4, pp. 1639 - 1650

In this paper, a three-dimensional forward algorithm and simulation for the crosswell electromagnetic responses of the triaxial coils system in the...

Crosswell electromagnetic logging | Triaxial coils | POLYMER SCIENCE | Transversely isotropic formation | SCALAR-VECTOR POTENTIALS | Coupled potentials finite volume difference | INDUCTION | SIMULATION | ANISOTROPIC FORMATION

Crosswell electromagnetic logging | Triaxial coils | POLYMER SCIENCE | Transversely isotropic formation | SCALAR-VECTOR POTENTIALS | Coupled potentials finite volume difference | INDUCTION | SIMULATION | ANISOTROPIC FORMATION

Journal Article

Acta Geophysica Sinica, ISSN 0001-5733, 08/2018, Volume 61, Issue 8, pp. 3468 - 3487

Electrical anisotropy exists everywhere in nature that has become an important issue non-ignorable in geophysical exploration. Especially in areas of...

Numerical modeling | Electrical anisotropy | Forward and inverse problem | Resistivity | EM exploration | LAYERED EARTH | INTEGRAL-EQUATION METHOD | MAGNETOTELLURIC DATA | SEISMIC ANISOTROPY | GEOCHEMISTRY & GEOPHYSICS | TRIAXIAL INDUCTION MEASUREMENTS | COMPLEX CONDUCTIVITY TENSOR | SCALAR-VECTOR POTENTIALS | HALF-SPACE | ARBITRARY ANISOTROPY | FINITE-ELEMENT-METHOD

Numerical modeling | Electrical anisotropy | Forward and inverse problem | Resistivity | EM exploration | LAYERED EARTH | INTEGRAL-EQUATION METHOD | MAGNETOTELLURIC DATA | SEISMIC ANISOTROPY | GEOCHEMISTRY & GEOPHYSICS | TRIAXIAL INDUCTION MEASUREMENTS | COMPLEX CONDUCTIVITY TENSOR | SCALAR-VECTOR POTENTIALS | HALF-SPACE | ARBITRARY ANISOTROPY | FINITE-ELEMENT-METHOD

Journal Article

Chinese Physics B, ISSN 1674-1056, 08/2013, Volume 22, Issue 8, pp. 80302 - 1-080302-7

In the presence of spin and pseudospin (p-spin) symmetries, the approximate analytical bound states of the Dirac equation for scalar-vector-tensor Hulthen...

NU method | Spin and p-spin symmetry | Dirac equation | Hulthén scalar-vector-tensor potential | PEKERIS-TYPE APPROXIMATION | HARTREE-BOGOLIUBOV THEORY | PHYSICS, MULTIDISCIPLINARY | DIRAC-EQUATION | SPIN SYMMETRY | POTENTIALS | OSCILLATOR | PSEUDO-CENTRIFUGAL TERM | NUCLEI | SPECTRUM | spin and p-spin symmetry | ALGEBRAIC APPROACH | Hulthen scalar-vector-tensor potential | Tensors | Approximation | Mathematical analysis | Exact solutions | Eigenvalues | Mathematical models | Wave functions | Symmetry

NU method | Spin and p-spin symmetry | Dirac equation | Hulthén scalar-vector-tensor potential | PEKERIS-TYPE APPROXIMATION | HARTREE-BOGOLIUBOV THEORY | PHYSICS, MULTIDISCIPLINARY | DIRAC-EQUATION | SPIN SYMMETRY | POTENTIALS | OSCILLATOR | PSEUDO-CENTRIFUGAL TERM | NUCLEI | SPECTRUM | spin and p-spin symmetry | ALGEBRAIC APPROACH | Hulthen scalar-vector-tensor potential | Tensors | Approximation | Mathematical analysis | Exact solutions | Eigenvalues | Mathematical models | Wave functions | Symmetry

Journal Article

Acta Geophysica Sinica, ISSN 0001-5733, 03/2017, Volume 60, Issue 3, pp. 1221 - 1233

The array multicomponent induction logging (AMCIL) has been successfully applied in the last decade for evaluation of various types of anisotropic formations,...

2.5D numerical matching mode method | Three dimension induction tool(TDIT) | Borehole correction library | Cylindrical TI formation | Array multicomponent induction logging | DOMAIN | MODE MATCHING METHOD | SIMULATION | GEOCHEMISTRY & GEOPHYSICS | 2. 5D numerical matching mode method | RESPONSES | DEVIATED WELL | SCALAR-VECTOR POTENTIALS | MEDIA | ANISOTROPIC FORMATION | TOOL

2.5D numerical matching mode method | Three dimension induction tool(TDIT) | Borehole correction library | Cylindrical TI formation | Array multicomponent induction logging | DOMAIN | MODE MATCHING METHOD | SIMULATION | GEOCHEMISTRY & GEOPHYSICS | 2. 5D numerical matching mode method | RESPONSES | DEVIATED WELL | SCALAR-VECTOR POTENTIALS | MEDIA | ANISOTROPIC FORMATION | TOOL

Journal Article

CHINESE JOURNAL OF GEOPHYSICS-CHINESE EDITION, ISSN 0001-5733, 05/2017, Volume 60, Issue 5, pp. 2000 - 2010

Three-dimensional induction logging tool (TDIT) or multicomponent induction logging has been become one of the most important techniques in electrical logging...

DOMAIN | ALGORITHM | Eccentricity and spin | Horizontally layered inhomogeneous TI formation | GEOCHEMISTRY & GEOPHYSICS | DEVIATED WELL | Three-dimensional induction tool (TDIT) | 2. 5D numerical matching mode method (2. 5D NMM) | SCALAR-VECTOR POTENTIALS | MEDIA | MATRIX-METHOD | ANISOTROPIC FORMATION | TOOL

DOMAIN | ALGORITHM | Eccentricity and spin | Horizontally layered inhomogeneous TI formation | GEOCHEMISTRY & GEOPHYSICS | DEVIATED WELL | Three-dimensional induction tool (TDIT) | 2. 5D numerical matching mode method (2. 5D NMM) | SCALAR-VECTOR POTENTIALS | MEDIA | MATRIX-METHOD | ANISOTROPIC FORMATION | TOOL

Journal Article

CHINESE JOURNAL OF GEOPHYSICS-CHINESE EDITION, ISSN 0001-5733, 08/2017, Volume 60, Issue 8, pp. 3254 - 3263

A secondary potential formulation of the three-dimensional marine controlled source electromagnetic method modeling in arbitrarily anisotropic medium is...

GEOCHEMISTRY & GEOPHYSICS | IDR(s) | Unstructured grids | Vector potential | Scalar potential | Anisotropic | Marine CSEM | SIMULATION | ELECTROMAGNETIC DATA | VECTOR

GEOCHEMISTRY & GEOPHYSICS | IDR(s) | Unstructured grids | Vector potential | Scalar potential | Anisotropic | Marine CSEM | SIMULATION | ELECTROMAGNETIC DATA | VECTOR

Journal Article

Pramana, ISSN 0304-4289, 4/2001, Volume 56, Issue 4, pp. 519 - 536

Considering the nucleon as consisting entirely of its valence quarks confined independently in a scalar-vector harmonic potential; unpolarized structure...

Astrophysics | momentum sum rule | Scalar-vector harmonic potential model | Physics, general | structure functions | parton distributions | Physics | Astronomy | Momentum sum rule | Structure functions | Parton distributions | INELASTIC STRUCTURE FUNCTIONS | SPIN | APPROXIMATION | PHYSICS, MULTIDISCIPLINARY | GOTTFRIED SUM | PROTON | B-MESON | RELATIVISTIC POTENTIAL MODEL | ASYMPTOTIC FREEDOM | scaler-vector harmonic potential model | BAG MODEL | MUON SCATTERING

Astrophysics | momentum sum rule | Scalar-vector harmonic potential model | Physics, general | structure functions | parton distributions | Physics | Astronomy | Momentum sum rule | Structure functions | Parton distributions | INELASTIC STRUCTURE FUNCTIONS | SPIN | APPROXIMATION | PHYSICS, MULTIDISCIPLINARY | GOTTFRIED SUM | PROTON | B-MESON | RELATIVISTIC POTENTIAL MODEL | ASYMPTOTIC FREEDOM | scaler-vector harmonic potential model | BAG MODEL | MUON SCATTERING

Journal Article

IEEJ Transactions on Fundamentals and Materials, ISSN 0385-4205, 2004, Volume 124, Issue 3, pp. 243 - 248

Journal Article

Journal of Molecular Liquids, ISSN 0167-7322, 2004, Volume 113, Issue 1, pp. 81 - 99

The results on modeling supramolecular ordering in molecular mixtures, selforganized by non-covalent molecular interactions like H-bonding and unified...

Kinetic properties | Liquids | Fluctuations | Mixtures | Thermodynamic potentials of the non-equilibrium state | Relaxation phenomena | Rayleigh light scattering | Scalar, Vector, and Tensor internal parameters | Thermodynamics | Supramolecular aggregates | Molecular thermal Motion | Quasichemical models | Permittivity | ACOUSTIC SPECTROSCOPY | thermodynamics | ELECTROSTATIC INTRAMOLECULAR INTERACTIONS | CHEMISTRY, PHYSICAL | liquids | mixtures | relaxation phenomena | LIQUID-PHASE | fluctuations | vector | TRISTATE MODEL | permittivity | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | LIGHT-SCATTERING | molecular thermal motion | kinetic properties | COLLECTIVE REACTIONS | quasichemical models | scalar | SHEAR-WAVES | TIME-CORRELATION FUNCTIONS | MOLECULAR LIQUIDS | and tensor internal parameters | CONFORMATION TRANSITIONS | thermodynamic potentials of the non-equilibrium state | supramolecular aggregates

Kinetic properties | Liquids | Fluctuations | Mixtures | Thermodynamic potentials of the non-equilibrium state | Relaxation phenomena | Rayleigh light scattering | Scalar, Vector, and Tensor internal parameters | Thermodynamics | Supramolecular aggregates | Molecular thermal Motion | Quasichemical models | Permittivity | ACOUSTIC SPECTROSCOPY | thermodynamics | ELECTROSTATIC INTRAMOLECULAR INTERACTIONS | CHEMISTRY, PHYSICAL | liquids | mixtures | relaxation phenomena | LIQUID-PHASE | fluctuations | vector | TRISTATE MODEL | permittivity | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | LIGHT-SCATTERING | molecular thermal motion | kinetic properties | COLLECTIVE REACTIONS | quasichemical models | scalar | SHEAR-WAVES | TIME-CORRELATION FUNCTIONS | MOLECULAR LIQUIDS | and tensor internal parameters | CONFORMATION TRANSITIONS | thermodynamic potentials of the non-equilibrium state | supramolecular aggregates

Journal Article

ACTA PHYSICA SINICA, ISSN 1000-3290, 02/2006, Volume 55, Issue 2, pp. 525 - 528

The s-wave bound states of the Klein-Gordon equation and Dirac equation with the Second Poschl-Teller scalar and vector potentials are obtained, and the...

PHYSICS, MULTIDISCIPLINARY | DIRAC-EQUATION | Klein-Gordon equation | Dirac equation | ROSEN | second Poschl-Teller potential | OSCILLATOR SCALAR | VECTOR POTENTIALS | bound state

PHYSICS, MULTIDISCIPLINARY | DIRAC-EQUATION | Klein-Gordon equation | Dirac equation | ROSEN | second Poschl-Teller potential | OSCILLATOR SCALAR | VECTOR POTENTIALS | bound state

Journal Article

CHINESE JOURNAL OF GEOPHYSICS-CHINESE EDITION, ISSN 0001-5733, 04/2018, Volume 61, Issue 4, pp. 1549 - 1562

The controlled source electromagnetic method (CSEM) is characterized by high resolution and strong anti-interference ability, which is an important tool in...

Unstructured | VOLUME METHOD | Forward modeling | APPROXIMATIONS | ELECTRIC-FIELD | CSEM | SCALAR POTENTIALS | FAST MULTIPOLE METHOD | Singular value integral | INVERSION | SIMULATION | VECTOR | GEOCHEMISTRY & GEOPHYSICS | RESPONSES | IE | FINITE-ELEMENT-METHOD

Unstructured | VOLUME METHOD | Forward modeling | APPROXIMATIONS | ELECTRIC-FIELD | CSEM | SCALAR POTENTIALS | FAST MULTIPOLE METHOD | Singular value integral | INVERSION | SIMULATION | VECTOR | GEOCHEMISTRY & GEOPHYSICS | RESPONSES | IE | FINITE-ELEMENT-METHOD

Journal Article

ACTA PHYSICA SINICA, ISSN 1000-3290, 12/2006, Volume 55, Issue 12, pp. 6229 - 6233

The bound state solutions of the Dirac equation with equal scalar and vector Makarov potentials are obtained. It is shown that angular component of the Dirac...

RELATIVISTIC-PARTICLES | KLEIN-GORDON EQUATION | PHYSICS, MULTIDISCIPLINARY | Dirac equation | factorization method | SYSTEMS | Makarov potential | OSCILLATOR SCALAR | VECTOR POTENTIALS | bound state

RELATIVISTIC-PARTICLES | KLEIN-GORDON EQUATION | PHYSICS, MULTIDISCIPLINARY | Dirac equation | factorization method | SYSTEMS | Makarov potential | OSCILLATOR SCALAR | VECTOR POTENTIALS | bound state

Journal Article

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